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Fuzzy interpolation and extrapolation using shift ratio and overall weight measurement based on areas of fuzzy sets

机译:基于移位集的模糊比插值法和基于模糊集面积的总权重测量

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Conventional fuzzy reasoning methods requires compact fuzzy rule base to infer a result, but due to incomplete data or lack of expertise knowledge, compact rule bases are not always available. Fuzzy interpolation methods have been widely researched to reasonably allow the interpolation a fuzzy result using the nearest available rules. Chang et al. [24] proposed a novel interpolation method which employs the weighted average on the area of the fuzzy set. However, the interpolated observation does not fully represent the actual observation that is given. In our proposed extension to this method, a different weight computation and a shift technique are included to ensure that the normal point of the observation and the normal point of the interpolated observation are mapped together. This weight computation and shift technique has also enabled the capability of extrapolation to be performed implicitly.
机译:常规的模糊推理方法需要紧凑的模糊规则库来推断结果,但是由于数据不完整或缺乏专业知识,紧凑的规则库并不总是可用。模糊插值方法已被广泛研究,以使用最接近的可用规则合理地允许插值模糊结果。 Chang等。 [24]提出了一种新颖的插值方法,该方法在模糊集的区域上采用加权平均值。但是,内插的观测值并不完全代表给出的实际观测值。在我们提议的对该方法的扩展中,包括了不同的权重计算和移位技术,以确保将观测的法线点和内插观测的法线点映射在一起。这种权重计算和移位技术还使隐式执行推断的能力成为可能。

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